曲線積分-2x3ydx+x2y2dy,其中L是由不等式x2+y2≥1及x2+y2≤2y所確定的區(qū)域D的正向邊界,則其值為:()
A.0 B.1 C.2π D.π
設(shè)L是圓周x2+y2=a2(a>0)負(fù)向一周,則曲線積分(x3-x2y)dx+(xy3-y3)dy的值為:()
A.πa4 B.-πa4 C.-(π/2)a4 D.(π/2)a4
曲線積分(3dx+dy)/(|x|+|y|),其中L為由點(diǎn)(1,0)經(jīng)(0,1)至(-1,0)的折線,則其值是:()
A.-4 B.-2 C.0 D.-6